given the zeros,write a polynomial equation in factored form.zeros: -45,99,127,358 show all the step please.
if your zeros are 5and8, then you say:
X=5 and x=8
x-5=0 and x-8=0
(X-5)(x-8)=0
i have big number -45,99,127,358
It does not matter how large your numbers are,just follow the pattern
write a function that is reflected over x-axis and has zeros at -3 and 5 ?
To write a polynomial equation in factored form from the given zeros, you can follow these steps:
Step 1: Start with the general form of a polynomial equation:
y = a(x - r₁)(x - r₂)(x - r₃)...(x - rn)
Step 2: Substitute the given zeros into the equation.
Given zeros: -45, 99, 127, 358
Therefore, our equation so far is:
y = a(x - (-45))(x - 99)(x - 127)(x - 358)
Step 3: Simplify the equation by distributing and combining like terms.
y = a(x + 45)(x - 99)(x - 127)(x - 358)
This equation is now in factored form, as we have expressed it as a product of linear factors.
However, if you would like to find the value of the constant 'a' to complete the equation, you will need additional information, such as a given point or another zero. Without that information, we cannot determine the specific equation with the given zeros alone.